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Shake and Spill Stages 4 and 5 Recording Sheet
The purpose of this activity is for students to revisit Stage 4 of the Shake and Spill center. Students know the total number of counters and the number of red counters and have to determine the number of yellow counters. Students may use any method they choose. Students may count up from the red counters to the total using objects or drawings. Some students may subtract the number of red counters from the total. Students record each combination as an addition expression.
The number of counters students begin to play with (8 counters) was chosen to generate sums students may not yet know from memory. Students are likely to use counting strategies to generate these sums. If most students have shown they are not yet fluent with sums of 10, invite students to start with 10 counters instead.
It is important to use language that has the characteristics of a Put Together/Take Apart, Addend Unknown problem. Avoid adjusting the language of the activity to highlight the actions students take. For example, avoid asking “How many counters did __ cover up with the cup?” Emphasize that there are a number of counters on the table and some are red and some are yellow. Because there are no actions, students may consider counting on from the known addend to the total while others may consider counting back from the total to the known addend. Some students may also consider representing all the counters and separating the known addend from the group. In the Synthesis, look for ways to highlight strategies students may easily connect with addition (for example, counting on) and those they may connect with subtraction (for example, counting back or removal).
The purpose of this activity is for students to represent and solve Put Together/Take Apart, Addend Unknown story problems based on the game they played in the previous activity. Look for the different strategies students use as they experiment with ways to determine the unknown addend. Students should continue to use counters or drawings to represent all the counters in a problem as needed. Watch for the ways students transition to counting strategies by using objects or drawings to keep track of how many they count on. As students share in the Synthesis, highlight ways students organize their thinking to make it easier to keep track of the unknown addend in their solution.
Students use two-color counters during Lesson Synthesis.
There are 7 counters total.
How many counters are under the cup?
There are 9 counters total.
How many counters are under the cup?
There are 6 counters outside the cup.
Some of the counters are under the cup.
There are 10 counters total.
How many counters are under the cup?
There are 3 counters outside the cup.
Some of the counters are under the cup.
There are 8 counters total.
How many counters are under the cup?
Display and read the last problem from the second activity.
Display .
“How does this equation match the story?” (3 matches the number of counters outside the cup, 8 represents the total number of counters, and the box represents how many counters are under the cup.)
“Today you solved problems where you knew the total and one part, but you needed to find the other part.”
“What were some of the strategies you used or saw others use today to find the unknown addend?”